3-Total Super Sum Cordial Labeling by Applying Operations on some Graphs

The sum cordial labeling is a variant of cordial labeling. In this paper, we investigate 3-Total Super Sum Cordial labeling. This labeling is discussed by applying union operation on some of the graphs. A vertex labeling is assigned as a whole number within the range. For each edge of the graph, assign the label, according to some definite rule, defined for the investigated labeling. Any graph which satisfies 3-Total Super Sum Cordial labeling is known as the 3-Total Super Sum Cordial graphs. Here, we prove that some of the graphs like the union of Cycle and Path graphs, the union of Cycle and Complete Bipartite graph and the union of Path and Complete Bipartite graph satisfy the investigated labeling and hence are called the 3-Total Super Sum Cordial graphs

COMMON FIXED POINT THEOREM IN INTUITIONITIC FUZZY METRIC SPACES

Fixed point is an important branch of analysis to enhance its literature the prime .The object of this paper is to prove the common fixed point theorems for six self mapping taking the pair of maps as coincidentally commutating and compatible in an intuitionistic Fuzzy Metric Space. Our result is an extended and generalized result of Kumar et al.[11

DELTA-CONVERGENCE FOR ASYMPTOTICALLY NONEXPANSIVE MAPPING IN CAT(K) SPACE THROUGH MODIFIED S- ITERATION PROCEDURE

In this paper we establish convergence theorem for asymptotically non expansive mapping in CAT () space and will approximate fixed point through modified S-iteration procedure. Keywords: Fixed point ,Asymptotically nonexpansive  mapping, -convergence,CAT () space, S-iteration MSC: 47H10, 54H25

Study on Nielsen Fixed Point Theorem (A Review)

Fixed-point theory plays an important role in solving the existence and uniqueness of solutions of differential equation, in solving Eigen value Problems and Boundary Value problems. Fixed-point theory also contributes in characterization of the completeness of matric spaces. Due to its applications in various disciplines of mathematical sciences, the Banach contraction and fixed-point theorems have been established. The ideas have a much wider scope than might be suspected and can be applied to establish many other existence theorem in the theory of differential and integral equations. There arenumerous extension of Banach’s fixed point theorem by generalization its hypothesis while retaining the convergence property of successive iterations the unique fixed point of mapping.Inthepresent paper we discuss about fixed point and Nielsen fixed point theorems with some review Key words: fixed point, Nielsen fixed poin

S- ITERATION PROCESS FOR CONVERGENCE OF TWO ASYMPTOTICALLY NON-EXPANSIVE MAPPING IN CAT (0) SPACE

In this paper we establish some strong convergence theorem for two asymptotically non expansive mapping by modified S-iteration process under suitable conditions

AN OVERVIEW OF FOURIER TRANSFORM ON IMAGE PROCESSING

The recognition of an images are important in the digital image processing. In this paper we introduce the definition of Fourier Transform and it's properties through which the solution of the problem will be easier than expected and also describe that what is the roll of Fourier transform in image recognition